“Find without a calculator” “Find without a calculator” The prime factors of 484 and use these to find the square root or 484  Kevin McMenamin (Access.

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Presentation on theme: "“Find without a calculator” “Find without a calculator” The prime factors of 484 and use these to find the square root or 484  Kevin McMenamin (Access."— Presentation transcript:

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“Find without a calculator” “Find without a calculator” The prime factors of 484 and use these to find the square root or 484  Kevin McMenamin (Access Education)

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Statistics and comments from 2011 Examination 1 More than 600 of enrolled students did not sit the examination. More than 600 of enrolled students did not sit the examination. Students should make better use of their 15 minutes of reading time. Students should make better use of their 15 minutes of reading time. Time management appeared to be an issue with some students not attempting or rushing to finish the last question. Questions do not have to be answered sequentially. Time management appeared to be an issue with some students not attempting or rushing to finish the last question. Questions do not have to be answered sequentially. 2011 VCAA Assessors Report  Kevin McMenamin (Access Education)

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“Learning takes effort and time” “Learning takes effort and time” Learn during class. Don’t be a passive learner and just take notes. Learn during class. Don’t be a passive learner and just take notes. Pay attention, be proactive, get involved and learn. A straw poll A straw poll Sensory and Short Term memory Unless we actively take steps to remember, the mind is capable of retaining information for only relatively short periods of time. Unless we actively take steps to remember, the mind is capable of retaining information for only relatively short periods of time.  Kevin McMenamin (Access Education)

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After hearing very important information, the average person is able to recall: After hearing very important information, the average person is able to recall: No ReviewRegular review after one day50 %95% after one week35 %83% after ten weeks17 %70% The need to practice, enquire and review is imperative to good lerning The need to practice, enquire and review is imperative to good lerning  Kevin McMenamin (Access Education)

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Sensory to Short to Long To listen well requires focus and attention  Kevin McMenamin (Access Education)

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Students must ensure that they: read questions carefully read questions carefully give answers to the required accuracy give answers to the required accuracy transcribe the correct equation transcribe the correct equation provide answers to all parts of the question provide answers to all parts of the question answer the question that is being asked. answer the question that is being asked. re-read the question after they think they have completed the question. re-read the question after they think they have completed the question. Provide adequate working for ‘show that’ questions Provide adequate working for ‘show that’ questions show appropriate working for questions worth more than one mark show appropriate working for questions worth more than one mark  Kevin McMenamin (Access Education)

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“Concentration” “Concentration” “Multi-tasking” is best done when mathematics is not involved. Make the time you spend studying mathematics efficient, constructive and effective. ‘A rule of thumb’ In most good learning environments you are expected to work two hours outside of class for every one class hour.  Kevin McMenamin (Access Education)

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A formula sheet is provided in each examination. A formula sheet is provided in each examination. A bound reference is allowed into Examination 2. A bound reference is allowed into Examination 2. A CAS calculator is allowed into Examination 2. A CAS calculator is allowed into Examination 2. Assessment TaskPart ofPeriodLevel of Difficulty Weighting Examination 1 Consists of approximately 11 short answer questions. November Exams 1 hour Medium22% Examination 2 Consists of approximately 22 multiple choice and four extended response questions. November Exams 2 hoursHard44% Note: Past papers are available on the VCAA website. (www.vcaa.vic.edu.au)  Kevin McMenamin (Access Education)

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“Think about it!” If something does not make sense right away, take the time to think about it. If something does not make sense right away, take the time to think about it. Re-read the question; break it into 2-3 words at a time. Re-read the question; break it into 2-3 words at a time. Draw a picture to visualise the problem. Draw a picture to visualise the problem. Use your glossary to find the definition of words. Use your glossary to find the definition of words. An Example An Example  Kevin McMenamin (Access Education)

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Study scores You will receive a raw study score out of 50 You will receive a raw study score out of 50 Around 8% of students receive a score above 40 Around 8% of students receive a score above 40 Around 2% of students receive a score above 45 Around 2% of students receive a score above 45  Kevin McMenamin (Access Education)

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Scaling VTAC will apply scaling to all subjects to ensure they are of a comparable level. VTAC will apply scaling to all subjects to ensure they are of a comparable level. The scaling relevant to Methods for last year was: The scaling relevant to Methods for last year was: Raw20253035404550 Scaled 2009 24303540444850 Omitting Language subjects and after Specialist Mathematics, Mathematical Methods CAS is the highest scaled subject. Omitting Language subjects and after Specialist Mathematics, Mathematical Methods CAS is the highest scaled subject.  Kevin McMenamin (Access Education)

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To be successful you need to: Have very good skills of algebraic manipulation. Have very good skills of algebraic manipulation. Many unsuccessful students have trouble transposing an equation to isolate a subject.  Kevin McMenamin (Access Education)

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Always set out and show your working in a logical and neat format, consistent with acceptable mathematical practices and never erase anything. Always set out and show your working in a logical and neat format, consistent with acceptable mathematical practices and never erase anything. Unsuccessful students leave out important steps in working and have poor skills of presentation and setting out. To be successful you need to: An Example An Example  Kevin McMenamin (Access Education)

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To be successful you need to: Clearly understand when it is good practice to use a CAS calculator and know what it says. Clearly understand when it is good practice to use a CAS calculator and know what it says. An Example An Example  Kevin McMenamin (Access Education)

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To be successful you need to: Have an aptitude to follow basic instructions and to understand the information you read. Have an aptitude to follow basic instructions and to understand the information you read. Unsuccessful students have trouble understanding the following statements: Give the exact solution for … Give the exact solution for … Use your graph to … Use your graph to … Find to the nearest day; centimetre; whole number … Find to the nearest day; centimetre; whole number … Give the coordinates of … Give the coordinates of … Find correct to 3 decimal places … Find correct to 3 decimal places … Find the exact area … Find the exact area … In the form of … In the form of … Show that … Show that …  Kevin McMenamin (Access Education)